The measured particle's mass is given by t m.Ψ (x, t) is a wave function that assigns a complex number to each point in space x at each instant of time.For a single non-relativistic particle in one dimension, the position-space Schrodinger equation is as follows. Schrodinger developed the wave equations by undertaking extensive investigations and tests on hydrogen atoms, which provided him with extremely precise results. As a result, Schrodinger's wave equation is only deterministic at the statistical level, not at the level of individual particles. Unlike Schrodinger's wave equation, which can only specify the potential positions and the probability % of the particle being in a given position, the wave equation of Schrodinger can specify the actual location of the particles. Derivation of Schrodinger's wave equation (Time-Dependent)
